From the equation,
"F=ma\\newline F-F'=ma\\newline"
where F=force parallel to the floor
F′=Frictional force
m=mass of the box
a=acceleration
"\\newline 173cos(26.7)-F'=42.4a \\to(1)"
Considering the forces perpendicular to the floor
"mg=R+173sin26.7 \\\\~\\\\"
solving this gives
"R=338.2N \\newline"
From, F′=μRF
"F'=67.64N \\newline"
Substituting to (1)
"\\underline{\\underline{{a=2.05ms^{-2}}}}"
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